Porous and Complex Flow Structures in Modern Technologies
By A. Bejan, Ibrahim Dincer, Sylvie Lorente, A. Miguel, A. H. Reis. 2004
447 citations recorded by the source corpus.
Subfields: Computational Mechanics, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/9fe79181652eb2f569207d3d431a20607681fc06
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
- Ali J. Chamkha
- Ahmed Mohammed Rashad
- Saeid Abbasbandy
- A. Bejan
- K. Vajravelu
- Sylvie Lorente
- Bo-ming Yu
- Prabhugouda M. Patil
In Electrical and Electronic Engineering
Citations in the corpus
- Heat conduction in fractal tree-like branched networks (2006, background): “[26] that, in the laminar regime the tree conductivity is maximized with bm = 2 1/3 under the constraints of constant total duct volume and area allocated to the tree and the optimized diameter is bm = 2 3/7 for the turbulent flow regime.”
- On the “area to point” flow problem based on constructal theory (2007, background): “There are many scholars who have made a lot of studies on this problem using constructal theory [1–14].”
- Heat and mass transfer from mixed convection flow of polar fluid along a plate in porous media with chemical reaction (2013, background): “Comprehensive theories and experiments of thermal convection in porous media and review of literature, with special emphasis on practical applications, have been reported in the recent books by Nield and Bejan (2006), Ingham and Pop (2005), Vafai (2005), Ingham et al. (2004) and Bejan et al. (2004).”
- High-temperature thermal storage using a packed bed of rocks - Heat transfer analysis and experimental validation (2011, unknown): “The effective thermal conductivity is given by [18,19]:”
- Numerical and Experimental Study on Ventilation Panel Models in a Subway Passenger Compartment (2019, methodology): “” As the original model requires a great deal of computational power for numerical simulation, the porous media model and porous jump face model have been widely used for numerical simulation of the internal flow field [27,28].”
- Svelteness, freedom to morph, and constructal multi-scale flow structures (2005, methodology): “This is why the tree-shaped flow architectures proposed originally for conduction [20] are now pursued in electronics cooling [4,21] and fuel cells [22–24].”
- Radiation Effects on Mixed Convection over a Wedge Embedded in a Porous Medium Filled with a Nanofluid (2011, background): “[5].”